Connect Four Math Games


 Sherman McCarthy
 11 months ago
 Views:
Transcription
1 Connect Four Math Games
2 Connect Four Addition Game (A) place two paper clips on two numbers on the Addend Strip whose sum is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Addend Strip. They then mark the square with that product using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the addend strip in order to ensure that the game can Addend Strip:
3 Connect Four Addition Game (B) place two paper clips on two numbers on the Addend Strip whose sum is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Addend Strip. They then mark the square with that product using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the addend strip in order to ensure that the game can Addend Strip:
4 Connect Four Subtraction Game (A) place two paper clips on two numbers; one from Value 1 and one from Value 2. Once they have chosen the two numbers, they can capture one square with that appropriate difference (i.e. Value 1 subtract Value 2). They either mark the square with an X or place a colored counter on the square. There may be other squares with that same difference but only one square can be captured at a time. paperclips. They then mark the square with that difference using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Value 1: Value 2:
5 Connect Four Subtraction Game (B) place two paper clips on two numbers; one from Value 1 and one from Value 2. Once they have chosen the two numbers, they can capture one square with that appropriate difference (i.e. Value 1 subtract Value 2). They either mark the square with an X or place a colored counter on the square. There may be other squares with that same difference but only one square can be captured at a time. paperclips. They then mark the square with that difference using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Value 1: Value 2:
6 Connect Four Multiplication Game A place two paper clips on two numbers on the Factor Strip whose product is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Factor Strip. They then mark the square with that product using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the fraction strip in order to ensure that the game can Factor Strip:
7 Connect Four Multiplication Game B place two paper clips on two numbers on the Factor Strip whose product is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Factor Strip. They then mark the square with that product using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the fraction strip in order to ensure that the game can Factor Strip:
8 Connect Four Multiplication Game C place two paper clips on two numbers on the Factor Strip whose product is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Factor Strip. They then mark the square with that product using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the fraction strip in order to ensure that the game can Factor Strip:
9 Connect Four Multiplication Game D place two paper clips on two numbers on the Factor Strip whose product is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Factor Strip. They then mark the square with that product using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the fraction strip in order to ensure that the game can Factor Strip:
10 Connect Four Division Game place two paper clips on two numbers; one from Value 1 and one from Value 2. Once they have chosen the two numbers, they can capture one square with that appropriate quotient (i.e. Value 1 divided by Value 2). They either mark the square with an X or place a colored counter on the square. There may be other squares with that same quotient but only one square can be captured at a time. paperclips. They then mark the square with that quotient using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Value 1: Value 2:
11 Divisibility or Prime Connect Four Game place one paper clip on the Tens strip and one paperclip on the Ones strip. They have now generated a two digit number. That two digit number is either divisible by a single digit whole number greater than 1 (i.e. 2, 3, 4, 5, 6, 7, 8, 9), or the number is a prime. The player captures a single square that describes the number. For example if the two digit number is 14, it is divisible by 2 or 7 (of the choices we are given), then the player can capture either a square with a 2 on it, or a square with a 7 on it. If the number is prime, then a square marked P can be captured. paperclips on either the Tens or Ones strip. They then mark the square that describes that number using a O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can P P P P 6 P Tens Strip: Ones Strip
12 Connect Four Fraction Decimal Equivalency Game 2. The first player looks at the board and decides which square he/she wishes to capture. The square with a specified decimal is captured by creating the equivalent fraction using the numerator and denominator strips at the bottom of the page. One paper clip is placed on each strip to do so. For example, if one chooses 3 on the numerator strip and 4 on the denominator, then they can capture one square labeled 0.75 ( 3 is equivalent to 0.75). They 4 either mark the square with an X or place a colored counter on the square. There may be other squares with that same difference but only one square can be captured at a time. paperclips. They then mark the square with the equivalent decimal using an O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Numerator (Top) Strip: Denominator (Bottom) Strip:
13 Connect Four Adding Signed Numbers Game place two paper clips on two numbers on the Addend Strip whose sum is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same sum but only one square can be captured at a time. paperclips on the Addend Strip. They then mark the square with that product using an O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the addend strip in order to ensure that the game can Addend Strip:
14 Connect Four Subtracting Signed Numbers Game place two paper clips on two numbers; one from Value 1 and one from Value 2. Once they have chosen the two numbers, they can capture one square with that appropriate difference (i.e. Value 1 subtract Value 2). They either mark the square with an X or place a colored counter on the square. There may be other squares with that same difference but only one square can be captured at a time. paperclips. They then mark the square with that difference using an O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Value 1: Value 2:
15 Connect Four Multiplying Signed Numbers Game place two paper clips on two numbers on the Factor Strip whose product is that desired square. Once they have chosen the two numbers, they can capture one square with that appropriate product. They either mark the square with an X or place a colored counter on the square. There may be other squares with that same product but only one square can be captured at a time. paperclips on the Factor Strip. They then mark the square with that product using an O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved on the factor strip in order to ensure that the game can Factor Strip:
16 Connect Four Dividing Signed Numbers Game place two paper clips on two numbers; one from Value 1 and one from Value 2. Once they have chosen the two numbers, they can capture one square with that appropriate quotient (i.e. Value 1 divided by Value 2). They either mark the square with an X or place a colored counter on the square. There may be other squares with that same quotient but only one square can be captured at a time. paperclips. They then mark the square with that quotient using an O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Value 1: Value 2:
17 Connect Four Squaring and Cubing of Signed Numbers Game place two paper clips on the two strips; one on the Base Strip and one on the Exponent Strip. Once they have chosen the values, they can capture one square with that appropriate value. For example, if the base value is 3, and the exponent is 2, then the player can capture a 9 2 square 3 9. They either mark the square with an X or place a colored counter on the square. Only one square can be captured at a time. paperclips. They then mark the square with that value using an O or a different colored marker. If a player cannot move a single paperclip to capture a square, a paperclip must still be moved in order to ensure that the game can Base Strip: Exponent Strip: (square) 3 (cube)
Math Games and Puzzles
Math Games and Puzzles (Level III Math Teacher Resource) Draft (NSSAL) C. David Pilmer 20 (Last Updated: December 203) This resource is the intellectual property of the Adult Education Division of the
More informationOperations on Decimals
Operations on Decimals Addition and subtraction of decimals To add decimals, write the numbers so that the decimal points are on a vertical line. Add as you would with whole numbers. Then write the decimal
More informationImproper Fractions and Mixed Numbers
This assignment includes practice problems covering a variety of mathematical concepts. Do NOT use a calculator in this assignment. The assignment will be collected on the first full day of class. All
More informationChapter 15 Radical Expressions and Equations Notes
Chapter 15 Radical Expressions and Equations Notes 15.1 Introduction to Radical Expressions The symbol is called the square root and is defined as follows: a = c only if c = a Sample Problem: Simplify
More informationExponents, Radicals, and Scientific Notation
General Exponent Rules: Exponents, Radicals, and Scientific Notation x m x n = x m+n Example 1: x 5 x = x 5+ = x 7 (x m ) n = x mn Example : (x 5 ) = x 5 = x 10 (x m y n ) p = x mp y np Example : (x) =
More informationSelfDirected Course: Transitional Math Module 2: Fractions
Lesson #1: Comparing Fractions Comparing fractions means finding out which fraction is larger or smaller than the other. To compare fractions, use the following inequality and equal signs:  greater than
More information2 is the BASE 5 is the EXPONENT. Power Repeated Standard Multiplication. To evaluate a power means to find the answer in standard form.
Grade 9 Mathematics Unit : Powers and Exponent Rules Sec.1 What is a Power 5 is the BASE 5 is the EXPONENT The entire 5 is called a POWER. 5 = written as repeated multiplication. 5 = 3 written in standard
More informationAccuplacer Arithmetic Study Guide
Testing Center Student Success Center Accuplacer Arithmetic Study Guide I. Terms Numerator: which tells how many parts you have (the number on top) Denominator: which tells how many parts in the whole
More informationReteaching. Properties of Operations
 Properties of Operations The commutative properties state that changing the order of addends or factors in a multiplication or addition expression does not change the sum or the product. Examples: 5
More informationScientific Notation and Powers of Ten Calculations
Appendix A Scientific Notation and Powers of Ten Calculations A.1 Scientific Notation Often the quantities used in chemistry problems will be very large or very small numbers. It is much more convenient
More informationMontessori Mathematics Curriculum
1 Montessori Mathematics Curriculum Presentations on Preparation for Math OnetoOne Correspondence Books Counting Songs 3 Little Speckled Frogs Sorting/Classification Sequence/Patterns Do As I Do Sequence/Seriation
More informationy x x 2 Squares, square roots, cubes and cube roots TOPIC 2 4 x 2 2ndF 2ndF Oral activity Discuss squares, square roots, cubes and cube roots
TOPIC Squares, square roots, cubes and cube roots By the end of this topic, you should be able to: ü Find squares, square roots, cubes and cube roots of positive whole numbers, decimals and common fractions
More informationWhole Numbers. hundred ten one
Whole Numbers WHOLE NUMBERS: WRITING, ROUNDING The digits are 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. The natural numbers (counting numbers) are 1, 2, 3, 4, 5, and so on. The whole numbers are 0, 1, 2, 3, 4,
More informationMATH0910 Review Concepts (Haugen)
Unit 1 Whole Numbers and Fractions MATH0910 Review Concepts (Haugen) Exam 1 Sections 1.5, 1.6, 1.7, 1.8, 2.1, 2.2, 2.3, 2.4, and 2.5 Dividing Whole Numbers Equivalent ways of expressing division: a b,
More informationMULTIPLICATION OF FRACTIONS AND MIXED NUMBERS. 1 of 6 objects, you make 2 (the denominator)
Tallahassee Community College 0 MULTIPLICATION OF FRACTIONS AND MIXED NUMBERS You know that of is. When you get of objects, you make (the denominator) equal groups of the objects and you take (the numerator)
More informationMath. Understanding Exponents. Answers 1) 9 4 2) 4 2 3) 4 3 4) 6 3 5) 8 3 6) ) 9 9 8) 4 4 9) )
1) 9 4 2) 4 2 3) 4 3 4) 6 3 5) 8 3 6) 4 4 4 4 4 7) 9 9 8) 4 4 9) 3 3 3 3 10) 5 5 5 5 5 11) 2 2 12) 8 3 13) 9 3 14) 6 2 15) 6 3 16) What is 8 to the power of two? 17) What is 5 squared? 18) What is 2 to
More informationChanging a Mixed Number to an Improper Fraction
Example: Write 48 4 48 4 = 48 8 4 8 = 8 8 = 2 8 2 = 4 in lowest terms. Find a number that divides evenly into both the numerator and denominator of the fraction. For the fraction on the left, there are
More informationeday Lessons Mathematics Grade 8 Student Name:
eday Lessons Mathematics Grade 8 Student Name: Common Core State Standards Expressions and Equations Work with radicals and integer exponents. 3. Use numbers expressed in the form of a single digit times
More informationMath Help and Additional Practice Websites
Name: Math Help and Additional Practice Websites http://www.coolmath.com www.aplusmath.com/ http://www.mathplayground.com/games.html http://www.ixl.com/math/grade7 http://www.softschools.com/grades/6th_and_7th.jsp
More informationProperty: Rule: Example:
Math 1 Unit 2, Lesson 4: Properties of Exponents Property: Rule: Example: Zero as an Exponent: a 0 = 1, this says that anything raised to the zero power is 1. Negative Exponent: Multiplying Powers with
More informationAlgebra 1A and 1B Summer Packet
Algebra 1A and 1B Summer Packet Name: Calculators are not allowed on the summer math packet. This packet is due the first week of school and will be counted as a grade. You will also be tested over the
More informationPREPARATION FOR MATH TESTING at CityLab Academy
PREPARATION FOR MATH TESTING at CityLab Academy compiled by Gloria Vachino, M.S. Refresh your math skills with a MATH REVIEW and find out if you are ready for the math entrance test by taking a PRETEST
More informationMultiplying Decimal Numbers by 10, by 100, and by 1000
Multiplying Decimal Numbers by 10, by 100, and by 1000 Lesson 111 111 To multiply by 10, shift the decimal to the right one place. To multiply by 100, shift the decimal to the right two places. To multiply
More informationHFCC Math Lab Beginning Algebra 13 TRANSLATING ENGLISH INTO ALGEBRA: WORDS, PHRASE, SENTENCES
HFCC Math Lab Beginning Algebra 1 TRANSLATING ENGLISH INTO ALGEBRA: WORDS, PHRASE, SENTENCES Before being able to solve word problems in algebra, you must be able to change words, phrases, and sentences
More informationDirect Translation is the process of translating English words and phrases into numbers, mathematical symbols, expressions, and equations.
Section 1 Mathematics has a language all its own. In order to be able to solve many types of word problems, we need to be able to translate the English Language into Math Language. is the process of translating
More informationBasic Math Refresher A tutorial and assessment of basic math skills for students in PUBP704.
Basic Math Refresher A tutorial and assessment of basic math skills for students in PUBP704. The purpose of this Basic Math Refresher is to review basic math concepts so that students enrolled in PUBP704:
More informationStandardsBased Progress Mathematics. Progress in Mathematics
SADLIER StandardsBased Progress Mathematics Aligned to SADLIER Progress in Mathematics Grade 5 Contents Chapter 1 Place Value, Addition, and Subtraction......... 2 Chapter 2 Multiplication....................................
More informationDecimals Adding and Subtracting
1 Decimals Adding and Subtracting Decimals are a group of digits, which express numbers or measurements in units, tens, and multiples of 10. The digits for units and multiples of 10 are followed by a decimal
More informationYour child may do whatever portion of this math packet you would like to make sure that he/she is prepared for Course 1.
Monday, May 23 rd, 2016 Dear parents of incoming Math Course 1 students, The math packet for incoming students for Math Course 1 is optional, and I would like to give you a bit more information about this
More informationA fraction is a noninteger quantity expressed in terms of a numerator and a denominator.
1 Fractions Adding & Subtracting A fraction is a noninteger quantity expressed in terms of a numerator and a denominator. 1. FRACTION DEFINITIONS 1) Proper fraction: numerator is less than the denominator.
More informationChapter 1: Order of Operations, Fractions & Percents
HOSP 1107 (Business Math) Learning Centre Chapter 1: Order of Operations, Fractions & Percents ORDER OF OPERATIONS When finding the value of an expression, the operations must be carried out in a certain
More informationLesson Plan  Rational Number Operations
Lesson Plan  Rational Number Operations Chapter Resources  Lesson 312 Rational Number Operations  Lesson 312 Rational Number Operations Answers  Lesson 313 Take Rational Numbers to WholeNumber
More informationCommon Core Standards for Fantasy Sports Worksheets. Page 1
Scoring Systems Concept(s) Integers adding and subtracting integers; multiplying integers Fractions adding and subtracting fractions; multiplying fractions with whole numbers Decimals adding and subtracting
More informationFRACTION WORKSHOP. Example: Equivalent Fractions fractions that have the same numerical value even if they appear to be different.
FRACTION WORKSHOP Parts of a Fraction: Numerator the top of the fraction. Denominator the bottom of the fraction. In the fraction the numerator is 3 and the denominator is 8. Equivalent Fractions: Equivalent
More informationSection R.2. Fractions
Section R.2 Fractions Learning objectives Fraction properties of 0 and 1 Writing equivalent fractions Writing fractions in simplest form Multiplying and dividing fractions Adding and subtracting fractions
More informationOrder of Operations  PEMDAS. Rules for Multiplying or Dividing Positive/Negative Numbers
Order of Operations  PEMDAS *When evaluating an expression, follow this order to complete the simplification: Parenthesis ( ) EX. (52)+3=6 (5 minus 2 must be done before adding 3 because it is in parenthesis.)
More informationLevel I Math Black Line Masters Toolkit
Level I Math Black Line Masters Toolkit NSSAL (Draft) C. David Pilmer 2012 (Last Updated: February, 2013) This resource is the intellectual property of the Adult Education Division of the Nova Scotia Department
More informationReady, Set, Go! Math Games for Serious Minds
Math Games with Cards and Dice presented at NAGC November, 2013 Ready, Set, Go! Math Games for Serious Minds Rande McCreight Lincoln Public Schools Lincoln, Nebraska Math Games with Cards Close to 20 
More informationAssociative Property The property that states that the way addends are grouped or factors are grouped does not change the sum or the product.
addend A number that is added to another in an addition problem. 2 + 3 = 5 The addends are 2 and 3. area The number of square units needed to cover a surface. area = 9 square units array An arrangement
More informationThe wavelength of infrared light is meters. The digits 3 and 7 are important but all the zeros are just place holders.
Section 6 2A: A common use of positive and negative exponents is writing numbers in scientific notation. In astronomy, the distance between 2 objects can be very large and the numbers often contain many
More informationMental Computation Activities
Show Your Thinking Mental Computation Activities Tens rods and unit cubes from sets of baseten blocks (or use other concrete models for tenths, such as fraction strips and fraction circles) Initially,
More informationSimplifying Radical Expressions
In order to simplifying radical expression, it s important to understand a few essential properties. Product Property of Like Bases a a = a Multiplication of like bases is equal to the base raised to the
More informationFactor Trees. Objective To provide experiences with finding the greatest common factor and the least common multiple of two numbers.
Factor Trees Objective To provide experiences with finding the greatest common factor and the least common multiple of two numbers. www.everydaymathonline.com epresentations etoolkit Algorithms Practice
More informationSolving Logarithmic Equations
Solving Logarithmic Equations Deciding How to Solve Logarithmic Equation When asked to solve a logarithmic equation such as log (x + 7) = or log (7x + ) = log (x + 9), the first thing we need to decide
More informationLab 7. Addition and Subtraction of Fractional Numbers
Lab 7 Addition and Subtraction of Fractional Numbers Objectives: 1. The teacher will understand how to create single unit models (models for 1) that can be used to model more than one fraction at a time.
More informationFirst Six Weeks (29 Days)
Mathematics Scope & Sequence Grade 6 Revised: May 2010 Topic Title Unit 1: Compare and Order, Estimate, Exponents, and Order of Operations Lesson 11: Comparing and Ordering Whole Numbers Lesson 12: Estimating
More informationSession 21 Fraction Addition and Subtraction and Mixed Number Notation
Session Fraction Addition and Subtraction and Mixed Number Notation Solve and compare the following two problems. Kim made one out of three free throws in a game and one out of four free throws in the
More informationGrade 6 Math Circles. Exponents
Faculty of Mathematics Waterloo, Ontario N2L 3G1 Centre for Education in Mathematics and Computing Grade 6 Math Circles November 4/5, 2014 Exponents Quick Warmup Evaluate the following: 1. 4 + 4 + 4 +
More informationSummer Math Packet. Number Sense & Math Skills For Students Entering PreAlgebra. No Calculators!!
Summer Math Packet Number Sense & Math Skills For Students Entering PreAlgebra No Calculators!! Within the first few days of your PreAlgebra course you will be assessed on the prerequisite skills outlined
More informationYear Five Maths Notes
Year Five Maths Notes NUMBER AND PLACE VALUE I can count forwards in steps of powers of 10 for any given number up to 1,000,000. I can count backwards insteps of powers of 10 for any given number up to
More informationSimplifying SquareRoot Radicals Containing Perfect Square Factors
DETAILED SOLUTIONS AND CONCEPTS  OPERATIONS ON IRRATIONAL NUMBERS Prepared by Ingrid Stewart, Ph.D., College of Southern Nevada Please Send Questions and Comments to ingrid.stewart@csn.edu. Thank you!
More informationIntroduction to Fractions
Introduction to Fractions Fractions represent parts of a whole. The top part of a fraction is called the numerator, while the bottom part of a fraction is called the denominator. The denominator states
More informationRules for Exponents and the Reasons for Them
Print this page Chapter 6 Rules for Exponents and the Reasons for Them 6.1 INTEGER POWERS AND THE EXPONENT RULES Repeated addition can be expressed as a product. For example, Similarly, repeated multiplication
More informationThe notation above read as the nth root of the mth power of a, is a
Let s Reduce Radicals to Bare Bones! (Simplifying Radical Expressions) By Ana Marie R. Nobleza The notation above read as the nth root of the mth power of a, is a radical expression or simply radical.
More informationRemaining Fractions TwoStep Equations
Remaining Fractions TwoStep Equations Lesson 61 61 Remaining Fractions If a whole has been divided into parts and we know the size of one part, then we can figure out the size of the other parts. What
More information3 cups ¾ ½ ¼ 2 cups ¾ ½ ¼. 1 cup ¾ ½ ¼. 1 cup. 1 cup ¾ ½ ¼ ¾ ½ ¼. 1 cup. 1 cup ¾ ½ ¼ ¾ ½ ¼
cups cups cup Fractions are a form of division. When I ask what is / I am asking How big will each part be if I break into equal parts? The answer is. This a fraction. A fraction is part of a whole. The
More informationRoots and Powers. Written by: Bette Kreuz Edited by: Science Learning Center Staff
Roots and Powers Written by: Bette Kreuz Edited by: Science Learning Center Staff The objectives for this module are to: 1. Raise exponential numbers to a power. 2. Extract the root of an exponential number.
More information3.1. RATIONAL EXPRESSIONS
3.1. RATIONAL EXPRESSIONS RATIONAL NUMBERS In previous courses you have learned how to operate (do addition, subtraction, multiplication, and division) on rational numbers (fractions). Rational numbers
More informationAddition and Subtraction Games
Addition and Subtraction Games Odd or Even (Grades 13) Skills: addition to ten, odd and even or more Materials: each player has cards (Ace=1)10, 2 dice 1) Each player arranges their cards as follows. 1
More informationParamedic Program PreAdmission Mathematics Test Study Guide
Paramedic Program PreAdmission Mathematics Test Study Guide 05/13 1 Table of Contents Page 1 Page 2 Page 3 Page 4 Page 5 Page 6 Page 7 Page 8 Page 9 Page 10 Page 11 Page 12 Page 13 Page 14 Page 15 Page
More informationNumerator Denominator
Fractions A fraction is any part of a group, number or whole. Fractions are always written as Numerator Denominator A unitary fraction is one where the numerator is always 1 e.g 1 1 1 1 1...etc... 2 3
More informationGrade 7/8 Math Circles October 7/8, Exponents and Roots  SOLUTIONS
Faculty of Mathematics Waterloo, Ontario N2L 3G1 Centre for Education in Mathematics and Computing Grade 7/8 Math Circles October 7/8, 2014 Exponents and Roots  SOLUTIONS This file has all the missing
More informationAdding and Subtracting Fractions. 1. The denominator of a fraction names the fraction. It tells you how many equal parts something is divided into.
Tallahassee Community College Adding and Subtracting Fractions Important Ideas:. The denominator of a fraction names the fraction. It tells you how many equal parts something is divided into.. The numerator
More informationAlgebra 1: Topic 1 Notes
Algebra 1: Topic 1 Notes Review: Order of Operations Please Parentheses Excuse Exponents My Multiplication Dear Division Aunt Addition Sally Subtraction Table of Contents 1. Order of Operations & Evaluating
More informationAlgorithm set of steps used to solve a mathematical computation. Area The number of square units that covers a shape or figure
Fifth Grade CCSS Math Vocabulary Word List *Terms with an asterisk are meant for teacher knowledge only students need to learn the concept but not necessarily the term. Addend Any number being added Algorithm
More informationMEMORY WORK  MATH FACTS 1
MEMORY WORK  MATH FACTS ADDITION BOARD (aka Strip Board) Addition with Golden Bead materials Addition with Colored Beads To memorize Addition Tables Linear structure of addition Addition Board MATERIALS:
More informationRobyn Seifert Decker
Robyn Seifert Decker UltraMathPD@gmail.com Place Value Addition Subtraction Problem Solving Fractions If time allows: Multiplication and Division Spiral of change From Prochaska, DiClemente & Norcross,
More informationparent ROADMAP MATHEMATICS SUPPORTING YOUR CHILD IN GRADE FIVE
TM parent ROADMAP MATHEMATICS SUPPORTING YOUR CHILD IN GRADE FIVE 5 America s schools are working to provide higher quality instruction than ever before. The way we taught students in the past simply does
More informationInquiry Based Lesson Adding Integers using Integer Chips Jackie Wolf Pat Canterbury. Part I
Inquiry Based Lesson Adding Integers using Integer Chips Jackie Wolf Pat Canterbury Part I 1. Lesson Title: Adding integers using integer chips 2. Lesson Summary: In this lesson, students will use integer
More informationSQUARE ROOTS AND CUBE ROOTS
9 SQUARE ROOTS AND CUBE ROOTS. Find the smallest natural number by which the following numbers must be multiplied to make them a perfect square: (i) 68 (ii) 8 Ans. (i) 68 9 9 Since the factor does not
More informationLab 3. Addition and Subtraction of Whole & Decimal Numbers Emphasis on Borrowing & Carrying
Lab 3 Addition and Subtraction of Whole & Decimal Numbers Emphasis on Borrowing & Carrying Objectives: 1. The teacher will understand how to model place value in base 10 using Multibase Blocks and Counting
More informationSamples of Allowable Supplemental Aids for STAAR Assessments. Updates from 12/2011
Samples of Allowable Supplemental Aids for STAAR Assessments Updates from 12/2011 All Subjects: Mnemonic Devices A mnemonic device is a learning technique that assists with memory. Only mnemonic devices
More informationMathematics Manual 1
Mathematics Manual 1  Linear Counting   Decimal System   Memorization of Operations  Dr. Pamela Zell Rigg Copyright 2004 Montessori Research and Development 16492 Foothill Boulevard, San Leandro,
More informationGrade 9 Mathematics Unit #1 Number Sense SubUnit #1 Rational Numbers. with Integers Divide Integers
Page1 Grade 9 Mathematics Unit #1 Number Sense SubUnit #1 Rational Numbers Lesson Topic I Can 1 Ordering & Adding Create a number line to order integers Integers Identify integers Add integers 2 Subtracting
More informationMAKING MATH MORE FUN BRINGS YOU FUN MATH GAME PRINTABLES FOR HOME OR SCHOOL
MAKING MATH MORE FUN BRINGS YOU FUN MATH GAME PRINTABLES FOR HOME OR SCHOOL THESE FUN MATH GAME PRINTABLES are brought to you with compliments from Making Math More Fun at and Math Board Games at Copyright
More informationCopy in your notebook: Add an example of each term with the symbols used in algebra 2 if there are any.
Algebra 2  Chapter Prerequisites Vocabulary Copy in your notebook: Add an example of each term with the symbols used in algebra 2 if there are any. P1 p. 1 1. counting(natural) numbers  {1,2,3,4,...}
More informationnumerical place value additional topics rounding off numbers power of numbers negative numbers addition with materials fundamentals
Math Scope & Sequence fundamentals number sense and numeration of the decimal system Count to 10 by units Associate number to numeral (110) KN 1 KN 1 KN 2 KN 2 Identify odd and even numbers/numerals and
More informationNUMBER SENSE MAGIC BY LEO A. RAMIREZ, SR.
NUMBER SENSE MAGIC BY LEO A. RAMIREZ, SR. Multiplying two numbers close to 100 (Both numbers are less than 100) Step # 1 : Step # : Example A : Find the difference of each number and 100. Multiply the
More informationAcing Math (One Deck At A Time!): A Collection of Math Games. Table of Contents
Table of Contents Introduction to Acing Math page 5 Card Sort (Grades K  3) page 8 Greater or Less Than (Grades K  3) page 9 Number Battle (Grades K  3) page 10 Place Value Number Battle (Grades 16)
More informationMATH 90 CHAPTER 1 Name:.
MATH 90 CHAPTER 1 Name:. 1.1 Introduction to Algebra Need To Know What are Algebraic Expressions? Translating Expressions Equations What is Algebra? They say the only thing that stays the same is change.
More informationProgressing toward the standard
Report Card Language: The student can fluently multiply and divide within 100. CCSS: 3.OA.7 Fluently multiply and divide within 100, using strategies such as the relationship between multiplication and
More informationLesson 3.1 Factors and Multiples of Whole Numbers Exercises (pages 140 141)
Lesson 3.1 Factors and Multiples of Whole Numbers Exercises (pages 140 141) A 3. Multiply each number by 1, 2, 3, 4, 5, and 6. a) 6 1 = 6 6 2 = 12 6 3 = 18 6 4 = 24 6 5 = 30 6 6 = 36 So, the first 6 multiples
More informationNumber: Multiplication and Division
MULTIPLICATION & DIVISION FACTS count in steps of 2, 3, and 5 count from 0 in multiples of 4, 8, 50 count in multiples of 6, count forwards or backwards from 0, and in tens from any and 100 7, 9, 25 and
More informationEveryday Math Online Games (Grades 1 to 3)
Everyday Math Online Games (Grades 1 to 3) FOR ALL GAMES At any time, click the Hint button to find out what to do next. Click the Skip Directions button to skip the directions and begin playing the game.
More informationNativity Catholic School Rising 7th grade IXL Language Arts and Math Summer Homework
Nativity Catholic School Rising 7th grade IXL Language Arts and Math Summer Homework Please work on the following skills listed in the 6th Grade Math and Language Arts IXL Program for a minimum of 60 minutes
More informationFRACTIONS COMMON MISTAKES
FRACTIONS COMMON MISTAKES 0/0/009 Fractions Changing Fractions to Decimals How to Change Fractions to Decimals To change fractions to decimals, you need to divide the numerator (top number) by the denominator
More information1 Computation Students will practice multiplication, division, addition, and subtraction. Order of operation will also be reviewed.
Fairfax Collegiate 703 4813080 www.fairfaxcollegiate.com FCS FAIRFAX COLLEGIATE Intro to PreAlgebra 68 Syllabus SUMMER PROGRAM Course Goals 1 Solidify Previous Knowledge Students will solidify previous
More informationModuMath Basic Math Basic Math 1.1  Naming Whole Numbers Basic Math 1.2  The Number Line Basic Math 1.3  Addition of Whole Numbers, Part I
ModuMath Basic Math Basic Math 1.1  Naming Whole Numbers 1) Read whole numbers. 2) Write whole numbers in words. 3) Change whole numbers stated in words into decimal numeral form. 4) Write numerals in
More informationDecimal and Fraction Review Sheet
Decimal and Fraction Review Sheet Decimals Addition To add 2 decimals, such as 3.25946 and 3.514253 we write them one over the other with the decimal point lined up like this 3.25946 +3.514253 If one
More informationHFCC Math Lab Arithmetic  4. Addition, Subtraction, Multiplication and Division of Mixed Numbers
HFCC Math Lab Arithmetic  Addition, Subtraction, Multiplication and Division of Mixed Numbers Part I: Addition and Subtraction of Mixed Numbers There are two ways of adding and subtracting mixed numbers.
More informationDirections: Place greater than (>), less than (<) or equal to (=) symbols to complete the number sentences on the left.
Comparing Numbers Week 7 26) 27) 28) Directions: Place greater than (>), less than (
More informationFactoring (pp. 1 of 4)
Factoring (pp. 1 of 4) Algebra Review Try these items from middle school math. A) What numbers are the factors of 4? B) Write down the prime factorization of 7. C) 6 Simplify 48 using the greatest common
More informationSequential Skills. Strands and Major Topics
Sequential Skills This set of charts lists, by strand, the skills that are assessed, taught, and practiced in the Skills Tutorial program. Each Strand ends with a Mastery Test. You can enter correlating
More informationExponent Properties Involving Products
Exponent Properties Involving Products Learning Objectives Use the product of a power property. Use the power of a product property. Simplify expressions involving product properties of exponents. Introduction
More informationMiniPosters. LES 1 Shopping at the Coop
MiniPosters LES 1 Shopping at the Coop Application Situation 1 p. 1 Application Situation 2 p. 48 Application Situation 3 p. 53 Application Situation 4 p. 54 Table of Contents APPLICATION SITUATION 1
More informationEvery Day Counts: Partner Games. and Math in Focus Alignment Guide. Grades K 5
Every Day Counts: s and Math in Focus Alignment Guide Grades K 5 7171_Prtnrs_AlgnmtChrt.indd 1 9/22/10 6:04:49 PM Every Day Counts : s s offers 20 simple yet effective games to help students learn, review,
More informationCommutative Property Grade One
Ohio Standards Connection Patterns, Functions and Algebra Benchmark E Solve open sentences and explain strategies. Indicator 4 Solve open sentences by representing an expression in more than one way using
More informationRadicals  Multiply and Divide Radicals
8. Radicals  Multiply and Divide Radicals Objective: Multiply and divide radicals using the product and quotient rules of radicals. Multiplying radicals is very simple if the index on all the radicals
More informationThird Grade Math Games
Third Grade Math Games Unit 1 Lesson Less than You! 1.3 Addition TopIt 1.4 Name That Number 1.6 Beat the Calculator (Addition) 1.8 Buyer & Vendor Game 1.9 TicTacToe Addition 1.11 Unit 2 What s My Rule?
More informationMultiples and factors quiz
Level A 1. 18, 27 and 36 are all multiples of nine. 2. 500 is a multiple of 200. 3. Which list is made up of multiples of 12? A) 1, 12, 48 B) 12, 24, 36 C) 12, 22, 32 4. The digit sums (the one digit answer
More information